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Transition phase of connectivity for wireless networks with growing process
Author(s) -
Bo Gu,
Xiaoyan Hong
Publication year - 2012
Publication title -
international journal of ad hoc and ubiquitous computing
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.183
H-Index - 24
eISSN - 1743-8233
pISSN - 1743-8225
DOI - 10.1504/ijahuc.2012.050251
Subject(s) - computer science , node (physics) , wireless network , phase transition , interdependent networks , topology (electrical circuits) , partition (number theory) , percolation (cognitive psychology) , network partition , process (computing) , statistical physics , percolation theory , complex network , computer network , wireless , theoretical computer science , telecommunications , mathematics , physics , combinatorics , quantum mechanics , neuroscience , biology , world wide web , operating system
The connectivity of wireless network is critical for effective and efficient communications. Yet, it is challenged by mobility, transmission range and density. In terms of increasing node density, there is a transition phase of connectivity when a network starts transforming from partition to connected state. In this paper, we study the upper-and lower-bounds of critical density for the transition phase using percolation theory. We further derive critical time points for the bounds according to three growth functions of node density. The simulation demonstrates the evolution of network connectivity and validates the connectivity transition times.

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